Introduction
Vector fields with vortex-like structures are at the heart of many physical phenomena — from tornadoes to spiral galaxies. But traditional formulations often come with singularities at the center (like
1𝑟r1 -type behavior) or are difficult to control and animate smoothly.
What if we could define a vortex that's smooth at the origin, tunable, and visually striking — with no singularities and full control over intensity and twist?
🔍 Conclusion
This simple yet powerful formula unlocks elegant behavior in 2D vector fields:
No singularity
Tunable twist and strength
Visually expressive and physically meaningful
If you're building physics simulations, educational visualizations, or creative mathematical animations — this could be a solid building block.
📂 Source Code
Code and animation available on GitHub:
https://github.com/andysay1/The-Leonov-Vortex
❤️ Like this idea?
I'm exploring more vortex-based systems, AI-driven geometry, and symbolic physics.
Follow for updates or contribute ideas!
🧠 Andrei Leonov
Top comments (0)